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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnUlEQVRYhe2XT2yTZRzHP+32Vuz6MtREOzDru50EvdAaLyxpCsYD3tgus4mTkeIBErYskcR4wMsOS2TIgUi6rtO4GjOYwQQv/GmmUYxJt+Do5ql727CWxGyutBXsy3g9vGvtU9p1AcJ78Ze86dv3+T7v9/N7f31+71OAZeAtTIsmdBzkzINwoBM0E8KBzg3zIKzlszeAURw4uPYsIazCNxMgLDjQuVJ19RYwSJ48B4DfqkZfAz4EOoHtwF0gAZwH/ng6ALUhDgJDLc6X9nsCPbR5Xuc5uYV/cgUysTix4AUKd1auA58BPzw5AEAcGCBPnjFFUQaGh4dZ6N5Nk016RLpe1Fi4eIVrH58hq6ZPAGefDMAKWIBL0PlNJ9FolPb2dgBOEa97w2wqw4TvMGuJ21uCsNa8atk4lkGZVATzRtHa3sYH0TCtys7PMcq2aTRh4xTvV5mXsv8ezvWdo6urS5jkWiowevo0c+HvyMwtsqNjF8+/sL08vq1VpuXlF1mcvtoGfLUZgFiCUuZW4C44/U6SySQ2m608YWpqCr/f/7emaV8Ac8Beq9R8tDsy4tjT805Zt17UGHW9TeHOym42WR3/laDS3ALchEAgIJgvLS3h/8SPJmkA3wJfA0MPtQf7Lr73UX5NXS5rm2wSnkAPGEu2bjwKUDr+BI/HI4jHx8fRBjQIY0cWmtXvD7UHY7OhaUHf5t4DRr9oAFDKuvLzHsiyLIhVVYVXATcQwlEFMZdNpgW9TW4Bo1k1AKjO3gLYIZfLCWJFUSC9Me4BJgSIva2unYK+mCuA0Sm3AFD9FF6BWCwmiPv7+5HCEqxu6DzAlziwE7VKzUfdRw4J+szsAhht+jGewJsQDAYpFotlcUdHB5NDk0jHJLgKLAJ/gdXVbO+OjNh3KLvK2vWiRix4AYx3RN0wluGPVdmXzsMQcUfo7e0VJqmqSigUIplMorrsuI8cotIcYD5ymWn/yevAgcYAP1G7DJdAOa8wMzNTtxPWasvZVIawt4+smn6XBi+m+iW4AXzKqqqqIz6fj1Qqtdl9BPMJ32GyanqwkbkBUN2ArBvmx1jlPl7gZCKRGPR6vUQiEeE3URnrRY35yGXC3j7WErcHgTNbAbYgo/NzBcCvgvmtCu1BYMjpdO4PBAK43W5kWSaYi5OOLTA79rj7ARmdXyoyP17TvDKe6o4IZHTi6Iyhs40VjJ3hMwzZTHMw/hmZZm7EvJnm/4fp8S9VW0rCQAtPegAAAABJRU5ErkJggg==) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnUlEQVRYhe2Xb2gbZRzHP0l3YaY5a0U0m7O95IW41r5oI77QQohub/SN6EA0zGIl88VEVvrCF/qigq8Ga301HOmaOdzB6NhwoAibG8U/m4M0bGs38UVyV1wWkNZ2l6rJ2T2+uDTmiWna6di98QtHkrvv83w/z93z/O4JwA3gaVxTC4IAlnsQAQRJNyECCC64B+GtfnsSGCNAgK/vJYRX+uUChIcAgjN1Z2eAIYoUeR64VHf1CeBtIAzcD9wCssAh4Me7A9AY4gVgOBgMPpdIJIhEIqiqimVZpNNpkskkhULhHHAA+HLjCKuTsNExXp2YY5qmCV3XRalUEo1UKpWErutC0zQBvPvfAX5AcAnB+4hwOCxM02wYXC/TNEU4HL4DiEYAFyvhpxCapm04fFX7zDOiTdsqKo+tqVrwMcIbNWc8OGvDA5yGgwMH6e/vlxrlcjlGR0dJpVJkMhlCoRDt7e0AjDDL5jaV1ocf5PrJs1uAo80A5EnoqQG4BcF4ENM08fl81QaTk5PE4/HfbNv+BMgAvYqi7NF1PTCza3vVt1K2GevcwXJhfjtNVsffdaA23ANchkQiIYXncjniH8SxFRvgOPAZMGzb9rOvvv5acdG4UfW2+BQiiV3gLNk19U+A1eMXiEQiknliYgJ7nw0p/KhSsbpy2/5zfPrwScm/pa8LnHqxDsDqqGs/fwdVVSWzYRiwDegDDhOog8gsmXnJ71NbwSlW6wDUj94D+MGyLMmsaRrkK9cjwBEJoretc6vkL1vL4FTKDQDU34VHIJ1OS+bBwUGUlAILFV8E+JQAfs57lU17+t56WfLfnL4GTpn+F3fgKUgmk5TL5ao5FApxbPgYyl4FzgLXgV/B27nJ/4q+3/+A9mjVu1K2SSdPgPOOWFNOHRisG70HuA+Kt4t0LXbR09NTbdDd3c3unbtRz6ssftvG4yLGSwc+4rFneqWOZ49/xZWjp88Bo80AnDrwDY0fw+egHdKYmpqio6NDajjC7JqdLs3dJBUdYMnIv8g6L6a1H8EF4EMWDMPYH4vFmJuba9aPFH4k9iZLRn5ovXAHoL4AeSvhe1ngD6LAe9lsdigajaLrujQnarVStrmqf0EqOsBi9uch4OONAHtQEXxXA3BRCp+p8Ur7gZ/6HsKntlK2lsmnrzE9foLlwvwd7wccgO9rRv5Ow/Ba3dUdEagIZiubj83M4+wM76FUN8PB+WfkWrijq26G/y/X9Rc6hdb9iya0uwAAAABJRU5ErkJggg==) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjElEQVRYhe2XUWgbdRzHP8lyQ9K7xSJ0122Yax5EtjlYTgWhELo9CPXJMR+E4Zyl+jCRlT7sQQLzUWGtT4OZptl8uIc2VhS2l1nFibZOk4Jtp0/JXdCuMFpXb0GTMP4+XJrdpVmT4di9+IM/Se6+9/9+/v//737/fwD+AF7Et9iBQMb2D0JGkPITQkYw5x9EsPHtIDCOjMzs44QIen75ABFARnCt6eoSMMJd7nIUuNF091ngHSAG7AL+AgrAReC3RwPQGmIQGFVV9cjw8DC6rqMoCrZtk8vlSKVSrK6ufg2cB652jrCZhK3aRCMxxzVNE4ZhiEqlIlpFpVIRhmEITdME8N5/B/gRwQ0E7yNisZiwLKulcXNYliVisdhDQLQCmK+bf47QNK1jczdEfSYG29nvYCfneMN1JYDzbgSAL+HCyQv09/d7HioWi4yNjZHJZFhYWKCvr4/u7u7G/UgkQk9PDzMzM73Ap53PwHx96n9CMItQVXXLmk9NTQlJkso4yXYCOC9Jkj09Pb0lJ1RVFThvTQcAbvOfEYwhksmkp9NCoSCkZyRBmDLeOnFIkiS7WCx69MlkUgDj29nfL0SBpnYbdF33iCcnJ6mdqUGGMIqnWP1Sq9Um0um0Rx+Px8GpF20ANtfc/fk3KIriEZumCfuAOJBGboJYsCzLo68/v2s7gBCwdfQBIAyf2MtcZ3dDbGldsALsB3TgEjJvMovNUeBwNBr1dG7bNjiVss0MNI8+AOyGW7llj/jwW68SzIRgva7TgcvIhPlGkqS3h4aGPPp8Pg9Ome4AoLk9D7lUlnvVWkPc3bePY6MfEjwdgq+AX4E/IRgNhQ3DCGua1tBWq1VSqRQ4e8QDI9TAcI8+ADwJ5RNr3PzsGs+9fr+eHHjtZfa+cJB8eoaN6ytEonuIXz3GkraX466Os9ns5t6w7QblbEbf0XoZvoDIxT2c+vYykad7t+unEec4QKlUIpFIYJrmK7TZmB68BHPAB6xvmCsfXRo4xUbpVkcApVKJgYEBTNMcaWfuAGwaukc/B5xmnX9IAGfvFH4fySROsmhc8eSEO+5VaywaVziUeIlCoTACfNwJcAAFwfcugHmP+ZJLOwiMdqlPHdGHj9Mb389OpYuqXWYld5P8RJby6tpDnwccgB9cI3+3pbk7HumJCBQEy/XDxxOs4ZwMH2MofpqD88/IN3MnFv00/z98j38Bws8WCsu9Xx0AAAAASUVORK5CYII=) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRYhe2XX2hTVxzHP4m9UdLc1eGDqUpyl6ex6oOJ7mUPofog1KcNB1uxDFeygY7NkgcHGtSHDiaIvkoaq0MurO0mPkwYzv1ls3OkZdq6wSC5t8xaGFbrbdHkTs8ebhJzYmpSFe/LfnC5ued8ud/P+d1zfucE4DrwKq7FMgQBLPcgAgjSbkIEEFxyD8Jb+bUeOEaAABefJ4RXenIBwkMAwYWa1gmgj3nm2Qpcrul9GXgfiAAvAHeAHHAC+PPZANSH6AKSwWBwSyKRIBaLoaoqlmWRzWZJp9PMzMx8CxwFzjePUJ6E9a6BysQ8pmma0HVdFAoFUS8KhYLQdV1omiaAD58e4FcElxHsR0QiEWGaZl3j2jBNU0QikSVA1AMYLZmfRWia1rR5NUQpE12N7L2PtHhKrR7ge4h+spuTIUuS5PN5UqkUPT09pFIp8vm81B8Khejv7wdILi0Do6XU/4bgIqI1uEocKIyLg2JCHBQTQgghhoaGhKIoCziTbSdwVFEUa3h4+JE5EQwGBc6qaSIDnprR/w6xxA6W+ZSK5KP817x1oBtbsQE+B84ASdu2X+vu7p43DKOi9fl8JBIJcJbsEgDK1z/QHuuQxOMnz/Jg778wiB9VKlZXbNseyGQykj4ajYJTLxoAlEddfb8Ly9VWSXzbuA7rgCiQIVADMW6apqRXVRWcYtUAoHb0HsAPBWtBEq/U1sJ0qT8GnJIgNobDYUlvWRY4lbIJgNosrIYb2UlJvPHd1/EOtsBsSRcDThPAz3eKorzX29sr6cfGxsAp00+QgU2QTY9wv2hXxC++tI43kp/i3dMC3wB/ALdACSt+Xdf9mqZVtMVikXQ6Dc4esWi0VDCqR+8BVsLCzptc++ICG95+WE863tzG2s3rGct8ydyP07SF1/DZ+Y+pNgcYGRkp7w2P3aCczegn6n+Gc9B2Yg27fjhNW6h90ZccQl4tU1NTxONxDMPYToONafFPcAk4zOycMX3kVOcu5qZuPO49knlnZyeGYfQ1MncAaguQt2S+h1nuEQf23c793TcYf4er+lfSnCjHISYpFovouk48HieXy/UBx5sB9qAi+LkKYFQyn6jSdgHJ1uCqLbHEDtqjr+BTWylaC0xnr/HXwLknOg84AL9UjfyDuubV8UxPRKAimCwdPlZwE+dk+BxDddMcnH9Grpk7cdVN8//D9fgPtXvvzKz667MAAAAASUVORK5CYII=) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur247636 2.4s linear infinite forwards;
}
